Mathematical Notes
1858. A propos des points de Feuerbach d'un triangle
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- 15 September 2017, pp. 30-31
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1859. Un théorème sur le point de Feuerbach
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- 15 September 2017, p. 31
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1860. Proof that every angle is a multiple of two right-angles
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- 15 September 2017, p. 32
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1861. On Note 1815
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- 15 September 2017, pp. 31-32
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1862. Co-normal circles of a parabola
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- 15 September 2017, pp. 32-33
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1863. When is a line not a line?
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- 15 September 2017, p. 33
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1864. A distressing problem successfully solved
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- 15 September 2017, pp. 33-34
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1865. On the calculation of logarithms
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- 15 September 2017, p. 34
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1866. Factorisation
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- 15 September 2017, p. 35
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1867. On Note 1771. The Iso triangle
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- 15 September 2017, p. 35
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1868. Analytical proof of the theorems of Carnot and Pascal
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- 15 September 2017, pp. 35-36
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1869. The difference of two squares
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- 15 September 2017, p. 36
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1870. Geometrical proof of v2=u2+2fs
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- 15 September 2017, p. 36
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1871. Geometrical proof of the addition theorem for the tangent
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- 15 September 2017, p. 37
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1872. What is a trapezium?
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- 15 September 2017, p. 37
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1873. Real-life mathematics
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- 15 September 2017, p. 37
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1874. A modification of the Newton-Raphson method of approximation
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- 15 September 2017, pp. 37-38
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1875. On Note 1741
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- 15 September 2017, p. 39
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1876. On Note 1775
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- 15 September 2017, p. 39
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1877. Sir Percy Nunn's "key theorem" in geometry
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- 15 September 2017, pp. 39-41
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